A cruise ship can cover 19 nautical miles in 304 minutes. How many nautical miles will it travel in 224 minutes

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Answer 1
Answer: the answer is 14 i believe


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Um what would u need help with

What is 8,426 divided by 82

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Aaron is 63 inches tall. In oder to ride a roller coster at a amusement park,a person must ne be at 5 feet tall. Is Aaron tall enough to ride a roller coster? How many inches shorter or taller is he the 5 feet ?

Answers

Yes, Aaron is tall enough to ride the roller coaster. 63 inches converts to five feet and three inches tall. Aaron is three inches taller than 5 feet. 
Yes, Aaron is 5'3. He is tall enough to ride the roller coaster.

Triangle ABC below is reflected across the y-axis and then translated 1 unit right and 2 units down.a) Write the coordinates of the vertices of the image after reflection.
b) Write a rule for the translation. Use arrow notation.
c) Write the coordinates of the vertices of the new image after translation.

Answers

The correct answers are: A) A'(-1, 3); B'(-4, 5); C'(-3, 1); B) <1, -2>, C) A''(0, 1); B''(-3, 3); C''(-2, -1).

Explanation:
When you reflect an image across the y-axis, it negates the x-coordinate. This means all of the x-coordinates will become the opposite sign after the reflection.

Since the translation is 1 unit right, that is adding 1 to the x-coordinate; since it is 2 units down, that is subtracting 2 from the y-coordinate. Once we add 1 to each x-coordinate and subtract 2 from each y-coordinate, we end up with the vertices listed above.

The coordinates of the vertices of the new image after translation and reflection :

A''(0, 1); B''(-3, 3); C''(-2, -1).

Further explanation

A reflection is an example of a transformation

Reflection is the process of mirroring each point on the geometry of a certain line.

The original figure is called the pre-image and the final figure is called the image

The image will be congruent with the pre image and the distance from the image to the mirror axis is the same as the distance from the pre image to the mirror axis

• The equation of reflection across the y-axis

x '= -x

y '= y

can be written

\large {\boxed {\bold {r_ {y-axis} A (x, y) \rightarrow A '(-x, y)}}

While the transformation itself is the displacement of the object given a distance and direction (for example up or down)

So each point is moved in the same distance and direction

Can be formulated :

A(x,y)⇒ T(a,b) ⇒ A'(x+a,y+b)(T=translated)

Triangle ABC below is reflected across the y-axis and then translated 1 unit right and 2 units down.

So the stages

1.  reflected across the y-axis first and then

2. translated 1 unit right and 2 units down.(T(a,b) ⇒a=1,b=-2)

  • reflected across the y-axis

Coordinate A(1,3),B(4,5),C(3,1)

reflected becomes :

A(1,3)⇒A'(-1,3)

B(4,5)⇒B'(-4,5)

C(3,1)⇒C'(-3,1)

  • translated (T(a,b) ⇒a=1,b=-2)

A'(-1,3) ⇒A''(-1+1,3-2)⇒A"(0,1)

B'(-4,5) ⇒B''(-4+1,5-2)⇒A"(-3,3)

C'(-3,1) ⇒ C"(-3+1,1-2)⇒C"(-2,-1)

Learn more

Transformation from function

brainly.com/question/10904859

the rule for the reflection

brainly.com/question/4210177

the transformation rule

brainly.com/question/12537916

Keywords: reflection.,translation, the coordinates

During a sale 36 similar handbags are sold for a total of $1,620. Before the sale, the same number of handbags were sold at $49 each. What is the difference between the amount if money before and after the sale?

Answers

Hey there!

Here are the steps involved in answering this question:

1. We know that 36 handbags were sold for $1620 during the sale. 

2. We want to know how much money they earned by selling 36 handbags for 49 dollars each. 

Steps:

1. Since 36 handbags were also sold before the sale, multiply 49 by 36.

36 x 49 = 1764

They earned $1764 before the sale. 

Now, find the difference between each of the sales.

1764 - 1620 = 144

Answer: $144

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Find |14.06|.
|14.06| =

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14.06*14.06=197.6836

both will be positive